Source file src/runtime/export_map_noswiss_test.go

     1  // Copyright 2024 The Go Authors. All rights reserved.
     2  // Use of this source code is governed by a BSD-style
     3  // license that can be found in the LICENSE file.
     4  
     5  //go:build !goexperiment.swissmap
     6  
     7  package runtime
     8  
     9  import (
    10  	"internal/abi"
    11  	"unsafe"
    12  )
    13  
    14  const RuntimeHmapSize = unsafe.Sizeof(hmap{})
    15  
    16  func OverLoadFactor(count int, B uint8) bool {
    17  	return overLoadFactor(count, B)
    18  }
    19  
    20  func MapBucketsCount(m map[int]int) int {
    21  	h := *(**hmap)(unsafe.Pointer(&m))
    22  	return 1 << h.B
    23  }
    24  
    25  func MapBucketsPointerIsNil(m map[int]int) bool {
    26  	h := *(**hmap)(unsafe.Pointer(&m))
    27  	return h.buckets == nil
    28  }
    29  
    30  func MapTombstoneCheck(m map[int]int) {
    31  	// Make sure emptyOne and emptyRest are distributed correctly.
    32  	// We should have a series of filled and emptyOne cells, followed by
    33  	// a series of emptyRest cells.
    34  	h := *(**hmap)(unsafe.Pointer(&m))
    35  	i := any(m)
    36  	t := *(**maptype)(unsafe.Pointer(&i))
    37  
    38  	for x := 0; x < 1<<h.B; x++ {
    39  		b0 := (*bmap)(add(h.buckets, uintptr(x)*uintptr(t.BucketSize)))
    40  		n := 0
    41  		for b := b0; b != nil; b = b.overflow(t) {
    42  			for i := 0; i < abi.OldMapBucketCount; i++ {
    43  				if b.tophash[i] != emptyRest {
    44  					n++
    45  				}
    46  			}
    47  		}
    48  		k := 0
    49  		for b := b0; b != nil; b = b.overflow(t) {
    50  			for i := 0; i < abi.OldMapBucketCount; i++ {
    51  				if k < n && b.tophash[i] == emptyRest {
    52  					panic("early emptyRest")
    53  				}
    54  				if k >= n && b.tophash[i] != emptyRest {
    55  					panic("late non-emptyRest")
    56  				}
    57  				if k == n-1 && b.tophash[i] == emptyOne {
    58  					panic("last non-emptyRest entry is emptyOne")
    59  				}
    60  				k++
    61  			}
    62  		}
    63  	}
    64  }
    65  

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